We define an \((n-1)\) -dimensional weighted Delsarte variety in \(\mathbb {P}^n(Q)\)  of degree \(m\)  with matrix \(A\) (cf. [1]}, [2]}, [3]}) to be the weighted projective hypersurface, \(X_A\) , defined by
\(\sum _{i=0}^{n} x_0^{a_{i0}}x_1^{a_{i1}}\cdots x_n^{a_{in}} =0 \subset \mathbb {P}^n(Q) .\) 
